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Pratsiovytyi, Mykola
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Pratsiovytyi, Mykola
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Pratsiovytyi, Mykola
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Jacobsthal-Lucas series and their applications
by
Pratsiovytyi, Mykola
,
Karvatsky, Dmitriy
Published 2017
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2
Expansions of numbers in positive Lüroth series and their applications to metric, probabilistic and fractal theories of numbers
by
Zhykharyeva, Yulia
,
Pratsiovytyi, Mykola
Published 2018
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3
Jacobsthal-Lucas series and their applications
by
Pratsiovytyi, Mykola
,
Karvatsky, Dmitriy
Published 2017
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4
A two-symbol system of encoding and some of its applications
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Pratsiovytyi, Mykola
,
Lysenko, Iryna
,
Ratushniak, Sofiia
Published 2025
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5
Transformations of \((0,1]\) preserving tails of \(\Delta^{\mu}\)-representation of numbers
by
Isaieva, Tetiana M.
,
Pratsiovytyi, Mykola V.
Published 2016
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6
A two-symbol system of encoding and some of its applications
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Pratsiovytyi, Mykola
,
Lysenko, Iryna
,
Ratushniak, Sofiia
Published 2025
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Related Subjects
11H71
26A46
93B17
tail set
11B39
11B83
60G50
Hausdorff-Besicovitch dimension
Jacobsthal-Lucas sequence
\(G_2\)-representation of numbers
cylinder
cylindrical set (cylinder)
group of continuous transformations of real interval preserving tails
left and right shift operator
set of incomplete sums
singular random variable
two-symbol system of encoding (representation) of numbers
11K55
Luroth series
\(L\)-representation
\(\Delta^{\mu}\)-representation
continuous transformation of \((0,1]\) preserving ``tails'' of \(\Delta^{\mu}\)-representation of numbers
fractal,Hausdorff-Besicovitch dimension
function preserving ``tails'' of \(\Delta^{\mu}\)-representation of numbers
random variable defined by \(L\)-representation
semicylinder
shift operator